WebDan Thomasson: Social Media: Home Apostille Services Cubiosities Gematria Knight's Tour > > > > Language Academy 1 Tour Makes 16 Knight's Tours ... Tour-9 of 16 Knight's Tours. Tour-10 of 16 Knight's Tours. Tour-11 of 16 Knight's Tours. Tour-12 of 16 Knight's Tours. Tour-13 of 16 Knight's Tours. WebDan Thomasson: Social Media: Home Cubiosities Knight's Tour > > > > Language Academy Websites 3x5 Symmetrically Open Knight Tours. 5x5a Knight's Tour. 5x5b Knight's Tour. 5x5c Knight's Tour. 5x5e Knight's Tour. 5x5g Knight's Tour ...
Magic Square-2 - Dan Thomasson
WebNov 14, 2005 · In the Knight's Tour Latin Square shown above, only one instance of each integer from 1 to 8 is in each row and column. The following four 16-Move Mini-Knight's Tours were combined to make the Latin Square. The Knight's moves for each tour are numbered from 1 to 8, then 1 to 8 is repeated a second time to complete the tour. WebI designed the 4x4x4 closed knight's tour in the banner above back in 2005. I constructed the following 8x8x8 180 degree rotation-symmetric Thomasson Cube from a single closed knight's tour that is also 180 degree rotation symmetric. All the rows, columns, pillars, and 4 triagonals (diagonals crossing the center of the cube) add up to 260 each. cswitch computer to high performance
Knight
WebDec 14, 2014 · Dan Freeman Chessboard Puzzles: Knight’s Tour MAT 9000 Graduate Math Seminar 21 Image 20: Thomasson’s Knight’s Tour Latin Square There are many numerical oddities associated with this knight’s tour Latin square. Each 1x2 block of numbers shaded in white or gray in Image 21 below sum to 9. WebIn the graphic below, I flipped or rotated a couple of the cubic shapes to provide the correct orientation for obtaining the total of 260 for rows and columns, and 268 for both main diagonals. Semi-Magic Square derived from 3d Knight Moves by Dan Thomasson, November 25, 2005. Here are the results of my first 8x8x8 Magic Knight's Tour Cube ... c# switch conditional